Sage handles finite rings pretty well, as in taking determinants and inverses, but I can't row reduce in anything but a prime finite field. This can be done by hand, but who wants to do that?
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 | 1 | initial version |
why can't sage row reduce in a composite modulo
| | 2 | retagged |
why can't sage row reduce in a composite modulo
Sage handles finite rings pretty well, as in taking determinants and inverses, but I can't row reduce in anything but a prime finite field. This can be done by hand, but who wants to do that?
| | 3 | retagged |
why can't sage row reduce in a composite modulo
Sage handles finite rings pretty well, as in taking determinants and inverses, but I can't row reduce in anything but a prime finite field. This can be done by hand, but who wants to do that?
